 | Jeremiah Day - Measurement - 1815 - 388 pages
...diameters of the circles. We have then the following rule ; To find the area of a circular SEGMENT by the TABLE. Divide the height of the segment by the diameter of the cirele ; look for the quotient in the column of heights in the table; take out the corresponding number... | |
 | Jeremiah Day - Geometry - 1824 - 440 pages
...diameters of the circles. We have then the following rule: To find the area of a circular SEGMENT by the TABLE. Divide the height of the segment by the...the quotient in the column of heights in the table ; takeout the corresponding number in the column of areas ; and multiply it by the square of the diameter.... | |
 | Alexander Ingram - Mathematics - 1830 - 458 pages
...table for the quotient in the column of versed sines, and take out the number on the right hand of it in the column of areas, and multiply it by the square of the diameter, and the product will be the area of the segment. NOTE. If the height be greater than the radius, subtract... | |
 | Ireland commissioners of nat. educ - 1834 - 370 pages
...AGFB, greater than a semi-circle, whose chord AB is 12, and versed sinn 18? Ans 297-81034 RULE III. 1 . Divide the height of the segment by the diameter of the circle, to three places of decimals. 2. Find the quotient in the column height, and take out »he corresponding... | |
 | Jeremiah Day - Measurement - 1836 - 418 pages
...tliatneters of the circles. We have then the following rule : To find the area of a circular SEGMENT by the TABLE. Divide the height of the segment by the...observed, that the figures in each of the columns irt the table are decimals. If accuracy is required, and the quotient of the height divided by the... | |
 | William Grier - Mechanical engineering - 1836 - 380 pages
...area of a circular segment. This may be done easily by the help of the following table ; to use which, divide the height of the segment by the diameter of the circle, and look for the quotient in the column H, opposite to which will be found a number in column AREA,... | |
 | William Grier - Mechanical engineering - 1836 - 384 pages
...area of a circular segment. This may be done easily by the help of the following table ; to use which, divide the height of the segment by the diameter of the circle, and look for the quotient in the column H, opposite to which will be found a number in column AREA,... | |
 | Commissioners of National Education in Ireland - Measurement - 1837 - 290 pages
...AGFB, greater than a semi-circle, whose chord AB is 12, and versed sine 18 ? Ans, 297-81034. RULE III. Divide the height of the segment by the diameter of the circle, to three places of decimals. Find the quotient in the column Height of the Table at the end of the... | |
 | Jeremiah Day - Geometry - 1838 - 416 pages
...diameters of the circles. We have then the following rule : To find the area of a circular SEGMENT by the TABLE. Divide the height of the segment by the...areas ; and multiply it by the square of the diameter. • . «Jt is to be observed, that the figures in each of the columns in the table are decimals. If... | |
 | Oliver Byrne - Engineering - 1851 - 310 pages
...-870 -264178 -332700 -425 -317981 -365939 -480 -372704 -388951 Then take out the corresponding area, in the column' of areas, and multiply it by the square of the diameter ; this will give the area of the segment. Required the area of a segment of a circle, whose height... | |
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Divide the height of the segment by the diameter of the circle ; look for the quotient in the column of heights in the table ; take out the corresponding number in the column of areas ; and multiply it by the square of the diameter. 
